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Waktu Omsk

Waktu di Rusia   KALT Waktu Kaliningrad UTC+2 (MSK−1)   MSK Waktu Moskwa UTC+3 (MSK±0)   SAMT Waktu Samara UTC+4 (MSK+1)   YEKT Waktu Yekaterinburg UTC+5 (MSK+2)   OMST Waktu Omsk UTC+6 (MSK+3)   KRAT Waktu Krasnoyarsk UTC+7 (MSK+4)   IRKT Waktu Irkutsk UTC+8 (MSK+5)   YAKT Waktu Yakutsk UTC+9 (MSK+6)   VLAT Waktu Vladivostok UTC+10 (MSK+7)   MAGT Waktu Magadan UTC+11 (MSK+8)   PETT Waktu Kamchatka UTC+12 (MSK+9) Waktu Omsk (OMST...

 

羅生門 (電影)

本條目存在以下問題，請協助改善本條目或在討論頁針對議題發表看法。 此條目需要补充更多来源。 (2018年3月17日)请协助補充多方面可靠来源以改善这篇条目，无法查证的内容可能會因為异议提出而被移除。致使用者：请搜索一下条目的标题（来源搜索：羅生門 (電影) — 网页、新闻、书籍、学术、图像），以检查网络上是否存在该主题的更多可靠来源（判定指引）。 �...

 

Georgia Tech

Public university in Atlanta, Georgia, US Georgia Institute of TechnologyFormer nameGeorgia School of Technology (1885–1948)MottoProgress and ServiceTypePublic research universityEstablishedOctober 13, 1885; 138 years ago (1885-10-13)[1]Parent institutionUniversity System of GeorgiaAccreditationSACSAcademic affiliationAAUGRAORAUURASpace-grantEndowment$2.97 billion (2021)[2]Budget$2.12 billion (2021)[3]PresidentÁngel CabreraProvostSteven McLaughlin&...

Indie occidentali

Disambiguazione – Se stai cercando lo stato esistito dal 1958 al 1962, vedi Federazione delle Indie Occidentali. Questa voce o sezione sull'argomento America non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Indie occidentaliStati Giamaica Cuba Haiti Rep. Dominicana Antigua e Barb...

 

Tet (huruf Semit)

← Het Tet Yod → Fenisia Ibrani Aram Suryani Arab ט ܛ ط Alfabetturunan Yunani Latin Kiril Θ - Ѳ Representasi fonemik: tˤ Urutan dalam alfabet: 9 Nilai huruf/Gematria: 9 Tet (Ṭēth, juga Teth) adalah huruf ke-9 dalam banyak aksara Semit, termasuk abjad Fenisia, abjad Aram, abjad Ibrani Tet ט, abjad Suryani ܛ dan abjad Arab Ṭāʾ/Thoʾ ط; merupakan huruf ke-9 dalam urutan abjadi dan ke-16 dalam bahasa Arab modern. Nilai suaranya adalah /tˤ/, salah satu konsonan emfatik Semit. ...

 

Masjid Mariam Al-Batool

Masjid Mariam Al-BatoolMoskeaTampak depan Masjid Mariam Al-Batool.AgamaAfiliasiIslamCabang/tradisiSunni, tetapi terbuka bagi aliran lain, terkadang juga menerima umat agama lain[1]KepemilikanOrganisasi Dakwah Islam Internasional[7]KepemimpinanImam:Mohammed Elsadi[2][3][4]Direktur:Imam Wagdi Nashnosh[5]Sekretaris:Muchtar Aziz[6]LokasiLokasiPaola, MaltaShown within MaltaAdministrasiOrganisasi Dakwah Islam Internasional[8][9]...

قلالي

تحتاج هذه المقالة إلى الاستشهاد بمصادر إضافية لتحسين وثوقيتها. فضلاً ساهم في تطوير هذه المقالة بإضافة استشهادات من مصادر موثوق بها. من الممكن التشكيك بالمعلومات غير المنسوبة إلى مصدر وإزالتها. (أغسطس 2022) قلالي الإحداثيات 26°16′00″N 50°39′00″E / 26.266666666667°N 50.65°E / 26.266...

 

Elang-alap kelabu

Elang-alap kelabu Status konservasi Risiko Rendah  (IUCN 3.1)[1] Klasifikasi ilmiah Kerajaan: Animalia Filum: Chordata Kelas: Aves Ordo: Accipitriformes Famili: Accipitridae Genus: Accipiter Spesies: A. novaehollandiae Nama binomial Accipiter novaehollandiae(Gmelin, 1788) Elang-alap kelabu (Accipiter novaehollandiae) merupakan spesies burung pemangsa berukuran sedang dari keluarga Accipitridae yang dapat dijumpai di Indonesia. Deskripsi Seekor Elang-alap kelabu. Elang-alap ...

 

Battle of Lillo

Battle of LilloPart of the Eighty Years' WarBattle of Lillo, tapestry by Jan de Maecht (1597/98) at the Zeeuws MuseumDate30 May 1574Locationnear Antwerp, Spanish NetherlandsResult Dutch victoryBelligerents Dutch Rebels  SpainCommanders and leaders Lodewijk van Boisot Juan Adolf van HaamstedeStrength 64 ships unknownCasualties and losses No ships lost 10 ships captured vteEighty Years' War Origins – List of battles 1566–1572 Western Europe Beeldenstorm Valenciennes Wattrelos Lannoy Oo...

Rosalie Filleul

Rosalie FilleulPotret diri karya Rosalie Filleul, circa 1775LahirAnne Rosalie Bocquet Filleul1752 (1752)Paris, PrancisMeninggal24 Juni 1794Paris, PrancisKebangsaanPrancisDikenal atasLukisanKarya terkenalThe children of the comte d'Artois, Portrait de Benjamin-Franklin, Portrait d'une musicienneSuami/istriLouis Besne Filleul ​ ​(m. 1777; meninggal 1788)​ Rosalie Filleul (1752 – 24 Juni, 1794) adalah seorang pelukis dan pastel Prancis. Dia...

 

Slovakia men's national under-18 basketball team

SlovakiaFIBA zoneFIBA EuropeNational federationSlovak Basketball AssociationU19 World CupAppearancesNoneU18 European ChampionshipAppearances1MedalsNoneU18 European Championship Division BAppearances15Medals Bronze: 1 (2016) Home Away The Slovakia men's national under-18 basketball team is a national basketball team of Slovakia, administered by the Slovak Basketball Association.[1][2] It represents the country in men's international under-18 basketball competitions. FIBA U18 E...

 

Plan de Sánchez massacre

1982 mass killing of indigenous people by Guatemalan armed forces Plan de Sánchez lies in central Guatemala The Plan de Sánchez massacre took place in the Guatemalan village of Plan de Sánchez, Baja Verapaz department, on 18 July 1982. Over 250 people (mostly women and children, and almost exclusively ethnic Achi Maya) were abused and murdered by members of the armed forces and their paramilitary allies. The killings took place during one of the most violent phases of Guatemala's Civil War...

Squadra e compasso

Squadra e Compasso sovrapposti, con la lettera G nel mezzo. Il simbolo squadra e compasso è uno dei più noti emblemi della massoneria. Insieme con il Libro della legge sacra, la squadra e il compasso compongono le grandi luci della libera muratorìa. Indice 1 Storia 2 Utilizzo simbolico 3 Testimonianze nell'Età dei Lumi 4 Galleria d'immagini 5 Note 6 Bibliografia 7 Voci correlate 8 Altri progetti Storia L'abbinamento di squadra e compasso è un simbolismo ricorrente da tempo nelle arti, co...

 

Sistema estelar

Un sistema de estrellas o sistema estelar es un pequeño número de estrellas que orbitan entre sí,[1]​ unidas por una atracción gravitatoria. Un gran grupo de estrellas unidas por la gravitación generalmente se denomina cúmulo estelar o galaxia, aunque, en términos generales, también son sistemas estelares. Los sistemas estelares no deben confundirse con los sistemas planetarios, que incluyen planetas y cuerpos similares (como los cometas). Un sistema estelar de dos estrellas es...

 

Ministry of Education (Romania)

Romanian government department The Ministry of EducationCoat of arms of RomaniaIncumbentLigia Decasince 3 October 2022First holderSpiru HaretWebsitewww.edu.ro The Ministry of Education (Romanian: Ministerul Educației) is one of the ministries of the Government of Romania.[1] Former names of the Ministry Over the years the Ministry changed its title. Initially it was called Ministry of Religion and Public Instruction (Romanian: Ministerul Religiei și Instrucțiunii Publice), the...

天水市

中華人民共和国 甘粛省 天水市 天水市街天水市街 甘粛省中の天水市の位置甘粛省中の天水市の位置 簡体字 天水 繁体字 天水 拼音 Tiānshuĭ カタカナ転写 ティェンシュイ 国家 中華人民共和国 省 甘粛 行政級別 地級市 面積 総面積 14,392 km² 人口 総人口(2004) 350 万人 経済 電話番号 0938 郵便番号 741000 ナンバープレート 甘E 行政区画代碼 620500 公式ウェブサイト： http://www...

 

Wynn Palace

Luxury hotel and casino in Macau Wynn Palace永利皇宮 (Yue Chinese)Palácio Wynn (Portuguese) Location Cotai, Macau, Special administrative regions of ChinaOpening date22 August 2016; 7 years ago (22 August 2016)ThemeFloralNo. of rooms1,706Total gaming space39,000 square metres (420,000 sq ft)Signature attractions8-acre performance lake, SkyCab gondolas,[1] retail, dining, entertainment, convention venuesNotable restaurantsWing Lei Palace, SW Steakh...

 

伍宪子

1953年胡应汉在香港出版的《伍宪子先生传记》中的伍宪子照片 伍宪子（1881年6月3日—1959年10月7日），名庄，别名文琛，字宪子、宪庵，号梦蝶，笔名雪铁、博浪楼主，广东南海人。中华民国政治人物。 生平 伍宪子清末时中举人，1904年加入保皇会，曾任《香港商报》、《南洋总汇新报》主笔，后曾去日本。中华民国成立后，担任过广东内务司司长、湖北内务司司长、龙州�...

Coppa dell'Imperatore 1984

Coppa dell'Imperatore 1984第64回天皇杯全日本サッカー選手権大会 Competizione Coppa dell'Imperatore Sport Calcio Edizione 64ª Organizzatore JFA Date 15 dicembre 1984 - 1º gennaio 1985 Luogo  Giappone Partecipanti 32 Risultati Vincitore  Yomiuri(1º titolo) Secondo  Furukawa Electric Statistiche Incontri disputati 31 Cronologia della competizione 1983 1985 Manuale La Coppa dell'Imperatore 1984 (第64回天皇杯全日本サッカー選手権大会?, Dai 61...

 

Schwarz–Christoffel mapping

In complex analysis, a Schwarz–Christoffel mapping is a conformal map of the upper half-plane or the complex unit disk onto the interior of a simple polygon. Such a map is guaranteed to exist by the Riemann mapping theorem (stated by Bernhard Riemann in 1851); the Schwarz–Christoffel formula provides an explicit construction. They were introduced independently by Elwin Christoffel in 1867 and Hermann Schwarz in 1869. Schwarz–Christoffel mappings are used in potential theory and some of ...